RTModel
Real-Time Microlensing Modelling
by Valerio Bozza
OB190249
Binary or planetary
Binary lens models
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Model L1 χ2=2297.19 gOGLE I=0.2174±0.198541 s=1.8057±0.11131 q=0.00894654±0.00338392 u0=0.0424876±0.00951167 α=4.10893±0.0451454 ρ*=0.00482681±0.0110003 tE=72.6487±12.5885 t0=8607.85±0.182856 |
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Model L2 χ2=2303.27 gOGLE I=0.235284±0.189641 s=0.54095±0.0275058 q=0.00835911±0.00299108 u0=0.032755±0.00632159 α=4.12116±0.0365935 ρ*=0.00435474±0.0098047 tE=72.7988±12.3599 t0=8607.4±0.0627054 |
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Model L3 χ2=2350.77 gOGLE I=0.23884±0.200492 s=0.261413±0.0494811 q=0.10717±0.0617168 u0=0.0338915±0.00692589 α=0.106091±0.0567396 ρ*=0.0142389±0.00511677 tE=73.8467±12.7513 t0=8607.4±0.0868772 |
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Model L4 χ2=2486.41 gOGLE I=0.315656±0.0625502 s=4.0552±0.101929 q=0.0974131±0.00288831 u0=0.0181832±0.0142108 α=6.14254±0.040621 ρ*=0.0143477±0.00445137 tE=81.397±2.65633 t0=8580.15±1.29054 |
Binary lens models with parallax
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Model X1 χ2=2284.77 gOGLE I=0.239783±0.260905 s=1.81085±0.174531 q=0.00887325±0.00411579 u0=-0.0418982±0.0117783 α=2.17607±0.126778 ρ*=0.00450063±0.00449108 tE=73.7622±19.7059 t0=8607.86±0.419594 πE,N=-0.0954642±5.263 πE,E=0.0141428±1.14203 |
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Model X2 χ2=2285.53 gOGLE I=0.240323±0.319422 s=1.80814±0.136683 q=0.00898274±0.00335786 u0=0.0420049±0.0123747 α=4.11039±0.0821996 ρ*=0.00489441±0.00372957 tE=73.9806±18.0078 t0=8607.85±0.293036 πE,N=-0.0733468±3.15215 πE,E=0.0198577±0.818624 |